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# SAT Practice Test 6 Answers | SAT 2022 Prep Online Classes AMBiPi

SAT (Scholastic Assessment Test) is a standard test, used for taking admission to undergraduate programs of universities or colleges of United States. SAT is developed and published by the College Board, an organization in United States, administered by the Educational Testing Service. In this article of AMBiPi (Amans Maths Blogs), you will get SAT Practice Test 6 Question Paper with Answer keys.

Contents

### SAT 2022 Practice Test Questions

SAT Practice Test 6 Question No 1:

Salim wants to purchase tickets from a vendor to watch a tennis match. The vendor charges a one-time service fee for processing the purchase of the tickets. The equation T = 15n + 12 represents the total amount T, in dollars, Salim will pay for n tickets. What does 12 represent in the equation?

Option A : The price of one ticket, in dollars.

Option B : The amount of the service fee, in dollars.

Option C : The total amount, in dollars, Salim will pay for one ticket.

Option D : The total amount, in dollars, Salim will pay for any number of tickets.

SAT Practice Test 6 Answer No 1:

Option B : The amount of the service fee, in dollars.

SAT Practice Test 6 Question No 2:

A gardener buys two kinds of fertilizer. Fertilizer A contains 60% filler materials by weight and Fertilizer B contains 40% filler materials by weight. Together, the fertilizers bought by the gardener contain a total of 240 pounds of filler materials. Which equation models this relationship, where x is the number of pounds of Fertilizer A and y is the number of pounds of Fertilizer B?

Option A : 0.4x + 0.6y = 240

Option B : 0.6x + 0.4y = 240

Option C : 40x + 60y = 240

Option D : 60x + 40y = 240

SAT Practice Test 6 Answer No 2:

Option B : 0.6x + 0.4y = 240

SAT Practice Test 6 Question No 3:

What is the sum of the complex numbers 2+3i and 4+8i, where i = √(-1)?

Option A : 17

Option B : 17i

Option C : 6 + 11i

Option D : 8 + 24i

SAT Practice Test 6 Answer No 3:

Option C : 6 + 11i

SAT Practice Test 6 Question No 4:

4x2 – 9 = (px + t)(px – t)

In the equation above, p and t are constants. Which of the following could be the value of p ?

Option A : 2

Option B : 4

Option C : 3

Option D : 9

SAT Practice Test 6 Answer No 4:

Option A : 2

SAT Practice Test 6 Question No 5:

Which of the following is the graph of the equation y =2x – 5 in the xy-plane?

Option A : Option B Option C Option D SAT Practice Test 6 Answer No 5:

Option D :

SAT Practice Test 6 Question No 6:

If x = 2y/3 and y = 18, then the value of 2x – 3?

Option A : 21

Option B : 15

Option C : 12

Option D : 10

SAT Practice Test 6 Answer No 6:

Option A : 21

SAT Practice Test 6 Question No 7:

A bricklayer uses the formula n = 7lh to estimate the number of bricks, n, needed to build a wall that is A feet long and h feet high. Which of the following correctly expresses A in terms of n and h ?

Option A : l = 7/nh

Option B : l = h/7n

Option C : l = n/7h

Option D : l = n/(7 + h)

SAT Practice Test 6 Answer No 7:

Option C : l = n/7h

SAT Practice Test 6 Question No 8:

The table above shows some values of the functions w and t. For which value of x is w(x) + t(x) = x? Option A : 1

Option B : 2

Option C : 3

Option D : 4

SAT Practice Test 6 Answer No 8:

Option B : 2

SAT Practice Test 6 Question No 9:

If √x + √9 = √64, then find the value of x?

Option A : √5

Option B : 5

Option C : 25

Option D : 55

SAT Practice Test 6 Answer No 9:

Option C : 25

SAT Practice Test 6 Question No 10:

Jaime is preparing for a bicycle race. His goal is to bicycle an average of at least 280 miles per week for 4 weeks. He bicycled 240 miles the first week, 310 miles the second week, and 320 miles the third week. Which inequality can be used to represent the number of miles, x, Jaime could bicycle on the 4th week to meet his goal?

Option A : (240 + 310 + 320) / 3 + x ≥ 280

Option B : (240 + 310 + 320) ≥ x(280)

Option C : 240/4 + 310/4 + 320/4 + x ≥ 280

Option D : 240 + 310 + 320 + x ≥ 4(280)

SAT Practice Test 6 Answer No 10:

Option D : 240 + 310 + 320 + x ≥ 4(280)